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    Identificação de envolvidos por aproximação de nomes

    <div> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;"><span style="box-sizing: border-box; color: rgb(214, 64, 0);"><span style="box-sizing: border-box; font-weight: 600;">PROPOSTA DE VALOR</span></span></span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Tão importante quanto uma base de dados completa é ter uma base de dados consistente. Quantas vezes aquele nome com uma pequena diferença de grafia não gerou um cadastro duplicado, causando inconsistências em seus relatórios?</span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Pensando em ajudar os usuários a manter a consistência dos dados. A partir de agora o Legal One&nbsp;vai passar a buscar os contatos no banco de dados por<br style="box-sizing: border-box;" /> aproximação de nomes quando não for encontrado nenhum outro contato com nome exatamente igual.</span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> &nbsp;</p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;"><span style="box-sizing: border-box; color: rgb(214, 64, 0);"><span style="box-sizing: border-box; font-weight: 600;">OBJETIVO</span></span></span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Simplificar o cadastro de processos e evitar a criação de contatos duplicados no sistema.</span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);"> </span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <span style="box-sizing: border-box; color: rgb(214, 64, 0);"><span style="box-sizing: border-box; font-family: Arial;"><span style="box-sizing: border-box; font-weight: 600;">COMO FUNCIONA</span></span></span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Anteriormente, durante a importação de processos, seja através de planilhas em Excel, seja através de captura de dados, o Legal One&trade; tentava buscar o nome de cada envolvido na base de contatos já existente e, caso o contato não existisse com o mesmo nome, um novo contato era incluído diretamente na base.</span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">No entanto, algumas situações de &ldquo;duplicidade&rdquo; de contatos eram geradas, principalmente em casos como, por exemplo, a planilha estar preenchida com &ldquo;Thomson Reuters S/A&rdquo; e, no banco de dados o cadastro ser &ldquo;Thomson Reuters SA&rdquo;. Nestes casos, o sistema entendia que eram contatos diferentes e um novo cadastro era realizado.</span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">A partir desta alteração, o cadastro de contatos no sistema a partir do submódulo pré-cadastro ficará mais inteligente, evitando duplicidade de contatos. Para isto, as seguintes regras serão aplicadas:</span></p> <ul style="box-sizing: border-box; margin-bottom: 1rem; margin-top: 0px; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <li style="box-sizing: border-box;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;">&nbsp;<span style="box-sizing: border-box; color: rgb(0, 0, 0);">Para a importação por planilhas:</span></span> <ul style="box-sizing: border-box; margin-bottom: 0px; margin-top: 0px;"> <li style="box-sizing: border-box;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Primeiro, o sistema verificará se o campo &ldquo;CPF/CNPJ&rdquo; da planilha está preenchido:</span> <ul style="box-sizing: border-box; margin-bottom: 0px; margin-top: 0px;"> <li style="box-sizing: border-box; font-size: 14px;"> <span style="box-sizing: border-box; font-family: Arial;"><span style="box-sizing: border-box; color: rgb(0, 0, 0);">Se este campo estiver preenchido, o sistema buscará na base de contatos um contato com este mesmo número de CPF/CNPJ e fará o vínculo deste contato à pasta</span>,&nbsp;<span style="box-sizing: border-box; color: rgb(214, 64, 0);"><span style="box-sizing: border-box; font-weight: 600;">independente do nome informado na planilha.</span></span></span></li> <li style="box-sizing: border-box;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;"><span style="box-sizing: border-box; color: rgb(0, 0, 0);">Se o campo &ldquo;CPF/CNPJ&rdquo;</span><span style="box-sizing: border-box; font-weight: 600;"><span style="box-sizing: border-box; color: rgb(0, 0, 0);">&nbsp;não estiver</span></span><span style="box-sizing: border-box; color: rgb(0, 0, 0);">&nbsp;preenchido, o sistema primeiro tentará encontrar um contato com o nome EXATAMENTE igual ao nome informado na planilha:</span></span> <ul style="box-sizing: border-box; margin-bottom: 0px; margin-top: 0px;"> <li style="box-sizing: border-box; color: rgb(0, 0, 0); font-size: 14px;"> <span style="box-sizing: border-box; font-family: Arial;">Caso encontre, este contato será vinculado automaticamente à pasta criada;</span></li> <li style="box-sizing: border-box;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Caso não encontre, o sistema irá efetuar uma busca por similaridade do nome deste contato, no caso do exemplo acima, irá identificar que<span style="box-sizing: border-box; font-weight: 600;">&nbsp;&ldquo;Thomson Reuters S/A&rdquo;&nbsp;</span>e&nbsp;<span style="box-sizing: border-box; font-weight: 600;">&ldquo;Thomson Reuters SA&rdquo;</span>&nbsp;são suficientemente parecidas e fará o vínculo do contato já existente no banco de dados à pasta criada.</span> <ul style="box-sizing: border-box; margin-bottom: 0px; margin-top: 0px;"> <li style="box-sizing: border-box; color: rgb(0, 0, 0); font-size: 14px;"> <span style="box-sizing: border-box; font-family: Arial;">Caso não encontre nenhum contato com similaridade de nome suficiente, o Legal One criará um contato na base.</span></li> </ul> </li> </ul> </li> </ul> </li> </ul> </li> <li style="box-sizing: border-box;"> <span style="box-sizing: border-box; color: rgb(0, 0, 0); font-family: Arial; font-size: 14px;">Para cadastro a partir de capturas de capa:</span> <ul style="box-sizing: border-box; margin-bottom: 0px; margin-top: 0px;"> <li style="box-sizing: border-box;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px; color: rgb(0, 0, 0);">Primeiro o Legal One&trade; tentará encontrar um contato com o nome EXATAMENTE igual ao nome encontrado na origem:</span> <ul style="box-sizing: border-box; margin-bottom: 0px; margin-top: 0px;"> <li style="box-sizing: border-box; color: rgb(0, 0, 0); font-size: 14px;"> <span style="box-sizing: border-box; font-family: Arial;">Caso encontre, este contato será vinculado automaticamente à pasta criada;</span></li> <li style="box-sizing: border-box; color: rgb(0, 0, 0); font-size: 14px; text-align: justify;"> <span style="box-sizing: border-box; font-family: Arial;">Caso não encontre, o sistema irá efetuar uma busca por similaridade do nome deste contato, no caso do exemplo acima, irá identificar que&nbsp;<span style="box-sizing: border-box; font-weight: 600;">&ldquo;Thomson Reuters S/A&rdquo;</span>&nbsp;e&nbsp;<span style="box-sizing: border-box; font-weight: 600;">&ldquo;Thomson Reuters SA&rdquo;</span>&nbsp;são suficientemente parecidas e fará o vínculo do contato já existente no banco de dados à pasta criada.</span></li> <li style="box-sizing: border-box; color: rgb(0, 0, 0); font-size: 14px;"> <span style="box-sizing: border-box; font-family: Arial;">Caso não encontre nenhum contato com similaridade de nome suficiente, o Legal One criará um contato na base.</span></li> </ul> </li> </ul> </li> </ul> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;">Para um entendimento mais claro da alteração, segue abaixo um fluxograma</span></p> <div class="se-component se-image-container __se__float-none" contenteditable="false" style="box-sizing: border-box; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <figure style="box-sizing: border-box; margin: 0px;"> <img alt="" data-align="none" data-file-="" data-file-size="44182" data-index="0" data-origin="," data-percentage="auto,auto" data-proportion="true" data-rotate="" data-rotatex="" data-rotatey="" data-size="," name="image.png" 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" style="box-sizing: border-box; border-style: none; vertical-align: middle; max-width: 100%;" /></figure> </div> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <br style="box-sizing: border-box;" /> <span style="box-sizing: border-box; color: rgb(214, 64, 0);"><span style="box-sizing: border-box; font-weight: 600;"><span style="box-sizing: border-box; font-family: Arial;">I</span></span></span><span style="box-sizing: border-box; color: rgb(214, 64, 0); font-family: Arial; font-size: 14px;"><span style="box-sizing: border-box; font-weight: 600;">MPORTANTE!</span></span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;">A<span style="box-sizing: border-box; color: rgb(0, 0, 0);">s buscas realizadas para encontrar contatos existentes na base sempre levam em consideração o tipo de pessoa, ou seja, se o contato existente no submódulo pré-cadastro está identificado como pessoa física, as buscas detalhadas acima serão realizadas apenas considerando as pessoas físicas existentes e vice-versa.</span></span></p> <p style="box-sizing: border-box; margin-top: 0px; margin-bottom: 1rem; color: rgb(63, 66, 84); font-family: Poppins, Helvetica, &quot;sans-serif&quot;; font-size: 13px;"> <span style="box-sizing: border-box; font-family: Arial; font-size: 14px;"><span style="box-sizing: border-box; font-weight: 600;">PRODUTOS - BRASIL&nbsp;</span></span></p> </div> <div> &nbsp;</div>